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Overview Limited T: +44 (0) 20 8875 0984 E: info@overview.co.uk www.overview.co.uk
Part of the Servotorq series of Integrated Servo Motors and
designed for applicaons requiring exceponal posional accuracy
and repeatability, Miranda delivers smooth, fast, silent and precise
moon in a compact, standalone package. Its small footprint makes it
ideal for integraon in to a wide variety of sensor posion
applicaons including broadcast cameras and PTZ applicaons.
FEATURES
Compact, Smooth and Accurate Moon for Advanced Sensor Posioning
© Overview Ltd. 2020 Commercial In Condence OVZ200014 Rev 6
• All-In-One, Precision, Direct-Drive
Moon
™
• Smooth and Silent Moon
• Zero Backlash
• Low Size, Weight and Power
• 1.0Nm Output Torque
• Exceponal Reliability
• Class-Leading Posional Accuracy and
Repeatability
MIRANDA
Part Number OVU20012
Electrical Specicaons
Nominal Voltage 24V DC
Current at max torque at 24v 1A
Inialisaon Current 1A
Idle, no load, current 50mA
Posion command & readback
resoluon 0.007°
Maximum speed 720°/s
Min. non-zero speed 0.05°/s
Mechanical Specicaons
Weight 570g
Dimensions (LxWxH) 88mm x 78mm x 30mm
Rotor moment of inera 1340gcm²
Stall torque 1.0Nm
Moving Torque (at 360°s¯¹) 0.85Nm
Maximum radial load 1900N
Maximum axial load 475N
Bearing Type Deep groove ball bearing (sealed)
Rotaon Range Soware congurable for connuous
or limited rotaon
Hollow Spindle bore internal dia. 16mm
Environmental Specicaons
Operaonal Temperature Range -40°C to +75°C
Humidity Range
(Standard Operaon) 5% to 90% RH (non-condensing)
Technical Specicaon
Fully Integrated Soluon
Miranda combines an Overview designed BLDC motor, advanced
control electronics, a high-performance servo and a precision rotary
posion encoder into a fully integrated, direct-drive, moon control
soluon.
Miranda has been designed with simplicity for the integrator in mind
and supported by its simple connecvity via a standard I²C interface
and supply voltage, signicantly reduces product development eort
and overall system costs, which means that me-to-market and
producon eciencies can be signicantly improved for the
integrator. Miranda's compact design, just 88mm at its widest point,
also supports integrators in the design of simpler and more aracve
end products.
Easy Integraon
Best in Class Performance
Miranda has a wide dynamic speed range of between 0.05°/s and
720°/s. Integrated drive control electronics and soware provide
closed-loop servo control, delivering posion, velocity and
acceleraon control. Miranda also provides rapid and precise
posional control, with 0.007° repeatability and zero backlash
advanced sensor technology. It is robust and reliable, supporng a
wide range of environmental condions.
Note: Specicaons subject to change without noce.
Miranda is part of the Servotorq series of Integrated Servo Motors,
designed, developed & manufactured by Overview Ltd. Other
models in the range include: Juno™, Titan™, Leto™, Atlas™ and
Artemis™.
"Servotorq " Integrated Servo Motor
™
DATASHEET